Finiteness for parabolic group actions in classical groups
Finiteness for parabolic group actions in classical groups
In this paper we classify all instances when a parabolic subgroup P of a
classical algebraic group acts with only finitely many orbits on the l-th member of the
descending central series of the unipotent radical Pu of P for l ^ 1. This extends results
from [2] and [3].
Parabolic group actions
81-87
Bruestle, Thomas
964d175a-1e43-401e-acf2-13db62e69f43
Hille, Lutz
3ff2d97b-b3eb-487e-9066-d7449dc60d3b
Roehrle, Gerhard
85f9d4eb-d522-4a95-bde9-300e8e3e7886
February 2001
Bruestle, Thomas
964d175a-1e43-401e-acf2-13db62e69f43
Hille, Lutz
3ff2d97b-b3eb-487e-9066-d7449dc60d3b
Roehrle, Gerhard
85f9d4eb-d522-4a95-bde9-300e8e3e7886
Bruestle, Thomas, Hille, Lutz and Roehrle, Gerhard
(2001)
Finiteness for parabolic group actions in classical groups.
Archiv der Mathematik, 76 (2), .
(doi:10.1007/s000130050545).
Abstract
In this paper we classify all instances when a parabolic subgroup P of a
classical algebraic group acts with only finitely many orbits on the l-th member of the
descending central series of the unipotent radical Pu of P for l ^ 1. This extends results
from [2] and [3].
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More information
Submitted date: September 1999
Published date: February 2001
Keywords:
Parabolic group actions
Identifiers
Local EPrints ID: 39035
URI: http://eprints.soton.ac.uk/id/eprint/39035
ISSN: 0003-889X
PURE UUID: 988f4ba3-d458-4608-9628-a69244a5a148
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Date deposited: 16 Jun 2006
Last modified: 15 Mar 2024 08:10
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Contributors
Author:
Thomas Bruestle
Author:
Lutz Hille
Author:
Gerhard Roehrle
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